Please use this identifier to cite or link to this item: https://hdl.handle.net/10321/4429
Title: Conjecturing an effective problem-solving heuristic instructional approach for circle geometry
Authors: Abakah, Fitzgerald
Brijlall, Deonarain 
Keywords: Problem solving;Circle geometry
Issue Date: 21-Apr-2022
Publisher: ASR Research
Source: Abakah, F. and Brijlall, D. 2022. Conjecturing an effective problem-solving heuristic instructional approach for circle geometry. Journal of Positive School Psychology. 6(6): 8933-8946 (14).
Journal: Journal of Positive School Psychology; Vol. 6, Issue 6 
Abstract: 
Abstract- This paper reports on an investigation into finding an effective contemporary problem- solving instructional approach for circle geometry. The participants were high school learners in a South African school. This proposed instructional approach-the IPAC model, adopted four elements of this new approach, namely, the infusion approach, Polya’s approach, and APOS theory in a collaborative learning classroom. This study followed a mixed-method research design. The quantitative data was analysed by implementing descriptive statistics and inferential statistics, while content analysis was performed on data extracted from qualitative questionnaires. The research findings that emanated from this study were the following: the validity, practicality and effectiveness of the designed model were established. Based on these research findings, the researcher recommended among others: (1) the designed model, should be implemented for teaching and learning of mathematics in general and circle geometry in particular, in South African schools; (2) teaching of thinking skills and teaching effective problem-solving instructional approaches should be prioritized in mathematics classrooms in South Africa.
URI: https://hdl.handle.net/10321/4429
ISSN: 2717-7564
Appears in Collections:Research Publications (Applied Sciences)

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